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Hiring Math

lesson · about 3 minutes

What a hire really costs and how much new business has to pay for it.

Pen and paper is fine · no calculator needed why?

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the idea

A hire costs more than the paycheck. Payroll-related costs add an assumed percent on top of wages, and tools and training add more.

To pay for a hire, new customers must bring in enough contribution, not revenue, since serving each one has its own variable costs. People are also paid for more hours than they can bill, so the billable hours have to carry the rate.

A business whose owner works unpaid is less profitable than it looks. Charge a fair cost for that work to see the real picture.

techniques

The full cost of a hire

A wage, a payroll percent and extras like tools.

  1. Multiply the wage by 1 plus the payroll share: × 1.2 for 20%.
  2. Add the monthly extras, like tools.
worked example

Example: A new hire's wage is $3,000 a month. Assume payroll-related costs add 25% on top of wages, plus $200 a month for tools. What is the monthly cost of the hire?

  1. $3,000 × 1.25 = $3,750.
  2. $3,750 + $200 = $3,950.

Answer: $3,950

Customers to cover a hire

How many new customers pay for a hire.

  1. Divide the hire's monthly cost by the contribution per customer, not the price.
  2. Round up to whole customers.
  3. This assumes the demand and the capacity are there.
worked example

Example: A hire adds $3,950 of monthly cost. Each additional customer pays $400 a month and contributes $150 before that cost. How many additional whole customers are needed to cover the hire?

  1. Use the $150 contribution, not the $400 price.
  2. $3,950 ÷ $150 ≈ 26.33, so round up to 27.

Answer: 27

Rate for the billable hours

Only part of the paid hours can be billed.

  1. Billable hours: paid hours × the billable share.
  2. Divide the revenue target by the billable hours, not all paid hours.
worked example

Example: A technician is paid for 160 hours a month, but only 60% of those hours can be billed. To bring in $7,680 a month, what hourly rate must the billable hours carry?

  1. 160 × 0.6 = 96 billable hours.
  2. $7,680 ÷ 96 = $80.

Answer: $80

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practice

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Customers to cover a hire

worked example

A hire adds $9,200 of monthly cost. Each additional customer contributes $310 a month before that cost. How many additional whole customers are needed to cover the hire?

Answer: 30

  1. $9,200 ÷ $310 ≈ 29.68; round up to 30 customers, assuming there's capacity and demand for them.

The real monthly cost of a hire

worked example

A new hire's wage is $6,600 a month. Assume payroll-related costs add 15% on top of wages, plus $300 a month for tools. What is the monthly cost of the hire?

Answer: $7,890.00

  1. Wage × (1 + 0.15) + tools = $6,600 × 1.15 + $300 = $7,590 + $300 = $7,890.

Rate needed with non-billable time

worked example

A technician is paid for 160 hours a month, but only 80% of those hours can be billed. To bring in $7,680 a month, what hourly rate must the billable hours carry?

Answer: $60.00

  1. Billable hours = 160 × 0.8 = 128; rate = $7,680 ÷ 128 = $60.

Profit after paying the owner fairly

worked example

Reported monthly profit is $2,500, but replacing the owner's unpaid work would cost $2,000 a month. What profit remains in this adjusted view?

Answer: $500.00

  1. Adjusted profit = reported profit − fair cost of the owner's work = $2,500 − $2,000 = $500.
  2. This is a management view; it doesn't rewrite the books.

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